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Int. J. Anal. Appl. (2024), 22:39Some Results of MalcevNeumann RingsKholood Alnefaie1 , Eltiyeb Ali2,3, 1 Departmentof Mathematics, College of Science, Taibah University, Madinah 42353, Saudi Arabia2
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Some results of Malcev-Neumann refer to theorems or conclusions derived from the Malcev's and Neumann's works in algebra and topology, particularly concerning group theory and mathematical logic.
Individuals or organizations involved in research or applications related to the theories proposed by Malcev and Neumann are typically required to file results, especially in academic or professional contexts.
To fill out results of Malcev-Neumann, one should document the key findings, methodologies, findings' implications, and any relevant formulations according to the standards in the respective field.
The purpose is to extend the understanding of group theory, enhance computational techniques, and resolve problems in algebraic topology and related areas of mathematics.
Reported information typically includes the researchers' names, affiliations, specific results, methodologies, implications, and any changes or corrections to previous findings.
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